Articles 1 to 34 of 34

1.

arXiv:0804.0372 The Research of Thomas P. Branson. Michael G. Eastwood, A. Rod Gover. SIGMA 4 (2008), 037, 7 pages. math.DG (physics.math-ph).

2.

arXiv:0803.3510 Almost Einstein and Poincare-Einstein manifolds in Riemannian signature. A. Rod Gover. math.DG (physics.math-ph).

3.

arXiv:0801.4748 Virtual dielectric waveguide mode description of a high-gain free-electron laser I: Theory. Erik Hemsing, Avraham Gover, James Rosenzweig. physics.optics.

4.

arXiv:0710.2585 Conformal Dirichlet-Neumann Maps and Poincaré-Einstein Manifolds. A. Rod Gover. SIGMA 3 (2007), 100, 21 pages. math.DG (physics.math-ph).

5.

arXiv:0708.3854 Conformal operators on forms and detour complexes on Einstein manifolds. A. Rod Gover, Josef Silhan. math.DG (physics.math-ph).

6.

arXiv:0706.2404 Commuting linear operators and algebraic decompositions. A. Rod Gover, Josef Silhan. math.OA (math.AP).

7.

math.DG/0701512 Four dimensional conformal C-spaces. A. Rod Gover, Paul-Andi Nagy. math.DG.

8.

math/0701377 Commuting linear operators and decompositions; applications to Einstein manifolds. A. Rod Gover, Josef Silhan. math.AC (math.AP).

9.

math.DG/0612629 Invariant Prolongation and Detour Complexes. A. R. Gover. math.DG (math.AP).

10.

math.DG/0611939 A holonomy characterisation of Fefferman spaces. Andreas Cap, A. Rod Gover. ESI 1875. math.DG (math.CV).

11.

math.DG/0611938 CR-Tractors and the Fefferman Space. Andreas Cap, A. Rod Gover. ESI 1874. math.DG (math.CV).

12.

math.DG/0610773 Variational status of a class of fully nonlinear curvature prescription problems. Thomas P. Branson, A. Rod Gover. math.DG (math.AP).

13.

math.DG/0608044 A sub-product construction of Poincare-Einstein metrics. A. Rod Gover, Felipe Leitner. math.DG (physics.math-ph).

14.

math.AP/0607543 Formal Adjoints and a Canonical Form for Linear Operators. Michael G. Eastwood, A. Rod Gover. math.AP (math.DG).

15.

hep-th/0606160 Higher Spin Gravitational Couplings and the Yang--Mills Detour Complex. A. R. Gover, K. Hallowell, A. Waldron. Phys.Rev. D75 (2007) 024032. physics.hep-th (math.DG physics.gr-qc).

16.

math/0606401 Yang-Mills detour complexes and conformal geometry. A. Rod Gover, Petr Somberg, Vladimir Soucek. math.DG (physics.gr-qc physics.hep-th physics.math-ph).

17.

math.DG/0605192 The conformal deformation detour complex for the obstruction tensor. Thomas Branson, A. Rod Gover. math.DG (physics.hep-th).

18.

math.DG/0601751 The conformal Killing equation on forms -- prolongations and applications. A. Rod Gover, Josef Silhan. math.DG (physics.math-ph).

19.

math.DG/0511311 Pontrjagin forms and invariant objects related to the Q-curvature. Thomas Branson, A. Rod Gover. math.DG (physics.math-ph).

20.

math.DG/0506037 Laplacian operators and Q-curvature on conformally Einstein manifolds. A. R. Gover. math.DG (physics.hep-th physics.math-ph).

21.

math.DG/0412393 Almost conformally Einstein manifolds and obstructions. A. R. Gover. math.DG (physics.math-ph).

22.

math.DG/0408229 The ambient obstruction tensor and the conformal deformation complex. A. Rod Gover, Lawrence J. Peterson. Pacific J. Math. 226 (2006) no. 2, 309-351.. math.DG (physics.math-ph).

23.

physics/0408054 Radiation measurements in the new tandem accelerator FEL. A. Gover, A. Faingersh, A. Eliran, M. Volshonok, H. Kleinman, S. Wolowelsky, Y. Yakover, B. Kapilevich, Y. Lasser, Z. Seidov, M. Kanter, A. Zinigrad, M. Einat, Y. Lurie, A. Abramovich, A. Yahalom, Y. Pinhasi, E. Weisman, J. Shiloh. Nucl. Instr. Meth. Phys. Res. A, 528, Issue 1-2 (2004), pp. 23-27. physics.acc-ph.

24.

math.DG/0405304 Obstructions to conformally Einstein metrics in $n$ dimensions. A. Rod Gover, Pawel Nurowski. math.DG (physics.math-ph).

25.

math.DG/0404004 Conformal de Rham Hodge theory and operators generalising the Q-curvature. A. Rod Gover. math.DG.

26.

math.DG/0309085 Conformally invariant operators, differential forms, cohomology and a generalisation of Q-curvature. Thomas Branson (The University of Iowa), A. Rod Gover (The University of Auckland). math.DG (physics.math-ph).

27.

math.DG/0304082 Conformally invariant powers of the Laplacian -- A complete non-existence theorem. A. Rod Gover, Kengo Hirachi. J.Am.Math.Soc. 17 (2004) 389-405. math.DG.

28.

math.DG/0301092 CR Invariant powers of the sub-Laplacian. A. Rod Gover, C. Robin Graham. math.DG.

29.

math.DG/0207016 Standard Tractors and the Conformal Ambient Metric Construction. Andreas Cap, A. Rod Gover. ESI1177. Annals Global Anal.Geom. 24 (2003) 231-259. math.DG.

30.

math-ph/0201030 Conformally invariant powers of the Laplacian, Q-curvature, and tractor calculus. A. Rod Gover, Lawrence J. Peterson. Comm. Math. Phys. 235 (2003), no. 2, 339-378.. physics.math-ph (math.DG).

31.

hep-th/0111003 Electromagnetism, metric deformations, ellipticity and gauge operators on conformal 4-manifolds. Thomas Branson, A. Rod Gover. Differ.Geom.Appl. 17 (2001) 229-249. physics.hep-th.

32.

hep-th/0109210 A conformally invariant differential operator on Weyl tensor densities. Thomas Branson, A. Rod Gover. J.Geom.Phys. 42 (2002) 283-295. physics.hep-th.

33.

math.DG/9805016 Invariant local twistor calculus for quaternionic structures and related geometries. A. R. Gover, J. Slovak. math.DG.

34.

q-alg/9705016 Geometry of Quantum Homogeneous Vector Bundles and Representation Theory of Quantum Groups I. A. R. Gover, R. B. Zhang. math.QA.

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